Calculus Sixth Edition By Earl W. Swokowski Notes
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| Calculus Sixth Edition By Earl W. Swokowski Michael Olinick Dennis Pence |
In this section, I will provide notes on MTH-321 Calculus-I and MTH-322 Calculus-II
TOPICS:
Calculus
PRE-CALCULUS REVIEW
CHAPTER-1
LIMITS AND CONTINUITY
1.1) Introduction To Limits
1.3) Techniques For Finding Limits
1.4) Limits Involving Infinity
1.5) Continuous Functions
CHAPTER-2
THE DERIVATIVE
2.2) Definition Of Derivative
2.3) Techniques Of Differentiation
2.4) Derivatives Of The Trigonometric Functions
2.5) The Chain Rule
2.6) Implicit Differentiation
2.8) Linear Approximations And Differentials
CHAPTER-4
INTEGRALS
4.1) Antiderivatives, Indefinite Integrals, and Simple Differential Equations
4.2) Change Of Variables In Indefinite Integrals
4.4) The Definite Integral
CHAPTER-7
TECHNIQUES OF INTEGRATION
7.3) Trigonometric Substitutions
7.4) Integrals Of Rational Functions
CHAPTER-12
PARTIAL DIFFERENTIATION
12.1) Functions Of Several Variables
12.2) Limits And Continuity
12.3) Partial Derivatives
12.5) Chain Rules
12.6) Directional Derivatives
CHAPTER-13
MULTIPLE INTEGRALS
13.1) Double Integrals
13.3) Double Integrals In Polar Coordinates
13.4) Surface Area
13.5) Triple Integrals
CHAPTER-14
VECTOR CALCULUS
14.1) Vector Fields
14.2) Line Integrals
14.3) Independence Of Path
14.4) Green’s Theorem
14.5) Surface Integrals
14.7) Stokes’s Theorem
we providing calculus notes of these topics mentioned in above.